Anyone else know how Jabberwocky’s special works on titans?
From the description, if there’s only one enemy alive his special will do 600% damage.
So, at 743 attack that’s a base damage of 4,458 each time he fires on a titan.
Add in some defence downs and attack up boosts and you could easily hit for over 20K as soon as the fight starts just by using a few mana pots before you even fire a tile?
I think he will, but definitely not 20k Titan always has some defense value, even if he has debuffs on himself and there’s also soft cap on maximum damage. I’d say he could make close to 1500 dmg, but not more. Actually, I’m going to level up Jabberwock, probably max him too, so I’m going to try him on titans and then we’ll see.
Unfortunately, that’s not how the damage calculation works. Depending on the star level, titans have quite a high amount of defense, so once you take that into consideration you can calculate what the actual damage will be.
Fun fact: In the original Dragon Ball manga Vegeta said “It’s over 8000”, but it didn’t have the same ring as 9000, so they changed it in the anime. So his scouter got a buff.
Oh the days of reading BP on Scouters (one of the coolest devices, especially the sound they made).
Vegeta when first arrived on Earth was 18000, if I remembered correctly.
It is difficult to answer this question without actually knowing what level of titan the OP is hitting. But I will just give an example of my own.
From my calculations, I have seen that the defense stat of an 8* titan is usually around 700. So let’s assume that for our case. Also, lets assume that we put a level 10 mana troop on Jabberwocky, so the troop attack boost is 20%.
Given this scenario and his stats, the damage caused by him on the titan will be:
100×((743×1.2×6)÷700)^1.35 = 1557
Comparing under same circumstances, Lianna will do a damage of:
Thanks for the clarification. From the OPs post I just assumed that he hits for double damage when only one enemy is present. I should have reviewed the hero card more before posting. I apologize for any confusion. Your calculation is absolutely correct.